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Additional info for A. M. Samoilenkos method for the determination of the periodic solutions of quasilinear differential equations

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Positive solutions for a fourth order equation invariant under isometries, Proc. Amer. Math. , To appear. , Best constants for the embedding of the space H 2 ∩ H01 (Ω) into L2N/(N −4) (Ω), Differential Integral Equations, 6, 1993, 259-276. , Fourth order elliptic equations with critical Sobolev growth, C. R. Acad. Sci. Paris S´ er. , 320, 1995, 295-299. , Positivity of Paneitz operators, Discrete and Continuous Dynamical Systems 7, 2001, 329-342. , On a fourth order equation in 3D, Preprint, 2001.

Kenig and C. Sadorsky, Chicago Lectures in Mathematics, 1999, 127-150. , On a fourth order curvature invariant, Comp. Math. 237, Spectral Problems in Geometry and Arithmetic, Ed: T. Branson, AMS, 1999, 9-28. , Paneitz-type operators and applications, Duke Math. , 104, 2000, 129-169. , Prescribed fourth order conformal invariant on the standard sphere - Part I: a perturbation result, Communications in Contemporary Mathematics, To appear. , Prescribed fourth order conformal invariant on the standard sphere - Part II: blow-up analysis and applications, Ann.

Nonlinear elliptic equations of critical Sobolev growth from a dynamical viewpoint. Conference in honor of Ha¨ım Br´ ezis and Felix Browder, Rutgers university, Preprint, 2001. , Sharp inequalities of second order, Preprint, 2001. , Coercivity and Struwe’s compactness for Paneitz type operators with constant coefficients, Calc. Var. Partial Differential Equations, 13, 2001, 491-517. , Sharp constants in the Hardy-Littlewood-Sobolev and related inequalities, Ann. , 118, 1983, 349-374. , A classification of solutions of a conformally invariant fourth order equation in Rn , Comment.

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A. M. Samoilenkos method for the determination of the periodic solutions of quasilinear differential equations by Trofimchuk E. P.


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